Mathematics
The Mathematics Bachelor of Science program at University of Michigan offers a rigorous curriculum for students seeking a deep understanding of mathematical theory, problem-solving, and quantitative reasoning. The program integrates pure and applied mathematics, including calculus, algebra, statistics, and computational methods, equipping students with analytical, logical, and technical skills. Learners engage in problem-solving exercises, research projects, and theoretical exploration, developing the ability to model complex phenomena, analyze data, and apply mathematical concepts across diverse disciplines. The program emphasizes critical thinking, quantitative analysis, and applied problem-solving, preparing graduates for careers in industry, research, and advanced study.
As a four year full time program, it provides a structured progression that combines foundational courses with advanced mathematical theory and applied research opportunities. Students strengthen their expertise in algebra, calculus, probability, and mathematical modeling, applying theoretical and computational methods to solve real-world problems. The program equips graduates to pursue careers in mathematics, finance, engineering, data analysis, and research, or to continue advanced studies in mathematics and related quantitative fields.
Key information
Key Facts
- Program Title: Mathematics
- Degree Type: Bachelor of Science
- Duration: 4 years
- Mode of Study: Full-time, On Campus
- Application Deadline: 01 February 2026
- Location: University of Michigan, United States
- Field of Study: Mathematics
- Language of Instruction: English
Program Structure
Year 1 - Foundations in Mathematics
• Calculus I and II
• Linear Algebra
• Introduction to Mathematical Proofs
• Computer Programming for Mathematicians
Year 2 - Intermediate Theory and Applications
• Multivariable Calculus
• Probability and Statistics
• Discrete Mathematics
• Differential Equations
Year 3 - Advanced Topics and Analysis
• Abstract Algebra
• Real Analysis
• Mathematical Modeling
• Elective Courses in Applied Mathematics
Year 4 - Capstone and Research
• Independent Research Project
• Advanced Topics in Mathematics
• Seminar in Applied Mathematics
• Academic Portfolio and Presentation
Career Opportunities
Graduates of this program pursue careers in finance, technology, data analysis, education, and research where analytical and quantitative skills are essential. Many work as data analysts, mathematicians, statisticians, quantitative researchers, or software developers, applying their mathematical expertise to solve complex problems in business, science, and technology. Others continue in graduate programs in mathematics, statistics, or related disciplines. The program’s emphasis on applied analysis, theoretical understanding, and computational proficiency ensures graduates are prepared to succeed in a wide range of professional and academic settings.
Why Choose This Program
Students choose this program for its combination of mathematical theory, applied research, and computational training, which equips them to analyze complex problems and develop quantitative solutions. The curriculum emphasizes algebra, analysis, probability, and modeling, preparing learners to conduct research, solve real-world challenges, and pursue careers in quantitative fields. Students benefit from faculty mentorship, applied projects, and research opportunities that enhance analytical, computational, and problem-solving skills. By focusing on mathematics and applied problem-solving, the program ensures graduates are prepared for careers in finance, technology, research, education, and advanced study.
Contact Information
For further information, please contact the admissions office at:
Phone: 734-764-8129
Email: rackadmis@umich.edu
Address: Graduate Admissions Office, University of Michigan, Ann Arbor, MI 48109, USA
